What impulse results if the force acting on an object is described by the force-time graph shown? (Points : 3) 0.50 kgm/s 0.60 kgm/s 1.3 kgm/s 2.1 kgm/s
Which of the following is the law of conservation of momentum? (Points : 3) The impulse acting on any object is the change in momentum that it causes. When two objects interact within a closed system, neither one changes its momentum. In the absence of any external force, the total momentum of a system stays the same. The acceleration of any object is equal to the net force acting on it divided by its mass.
you will need to sketch the graph or post a photo of it
and i got it if you wanna check the answer ok
I got a
I am getting a different answer. How did you get .50kgm/s?
Well i divide the force by the time
Impulse = Force * change in time
Okay so what would i do to get the correct answer? what is it?
You would be multiplying force x change in time ...not dividing them
so what is it?
What is the force indicated by the graph? and how long does it act for?
8.0?
It is the same as the area under the curve...
what im lost
ok...the graph is almost a rectangle agreed?
yes
ok...what is the height in Newton? and what is the width in seconds? you are calculating the area just like you would fro any rectangle
3 & 0.7?
I think it is about 2.5 Newtons high and (.7 -.2 ) seconds wide So the area is....
1.55?
help im sorry
2.1?
no problem...height x width = 2.5 x .5 = 1.25...the closest answer is 1.3
Ugh thats was hard next ?
Which of the following is the law of conservation of momentum? (Points : 3) The impulse acting on any object is the change in momentum that it causes. When two objects interact within a closed system, neither one changes its momentum. In the absence of any external force, the total momentum of a system stays the same. The acceleration of any object is equal to the net force acting on it divided by its mass.
If you do a search on conservation of linear momentum, you should be able to find the answer
Gotta run...sorry.
okay when will you be back?
Which of these leads to the conclusion that linear momentum is conserved?
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